Stationary Channel Factors and Signal Disturbances in a Direct Converter Receiver in a System with MIMO Joint Estimation Algorithm

N. E. Poborchaya
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Abstract

The article discusses the algorithm for the joint estimation of the stationary channel factors and signal distortions, such as DC drift, the frequency shift remaining from the demodulation procedure, amplitude and phase imbalance (IQ-imbalance). The problem of estimating unknown parameters is solved in two stages, by combining two procedures. The first, based on the polynomial approximation of the generalized communication channel and the linear least squares (MLS) method, estimates the constant components of the signal quadrature, amplitude and phase imbalance, as well as a rough estimate of the channel frequency and factors. The second procedure is synthesized using the Taylor approximation, a modified method of least squares in the form of a functional A.N. Tikhonov and regularization method. It is a nonlinear recursive algorithm for obtaining a more accurate estimate of the frequency and channel factors. This approach allows a sufficiently high estimation accuracy to reduce the complexity of the algorithm compared to using only the second procedure. The resulting algorithm works under conditions of uncorrelated Rayleigh fading in MIMO systems with spatial multiplexing with a priori uncertainty regarding the statistical characteristics of the communication channel (except for the dispersion of additive noise) and the laws of noise distribution, both phase and additive.
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MIMO联合估计系统中直接变换器接收机的平稳信道因素和信号干扰
本文讨论了联合估计平稳信道因素和信号畸变的算法,如直流漂移、解调过程遗留的频移、幅相不平衡(iq -不平衡)。通过两种方法的结合,分两个阶段解决了未知参数的估计问题。首先,基于广义通信信道的多项式近似和线性最小二乘(MLS)方法,估计了信号正交、幅值和相位不平衡的常数分量,以及信道频率和因子的粗略估计。第二个过程是综合使用泰勒近似,一种改进的最小二乘方法的形式在一个泛函A.N.吉洪诺夫和正则化方法。它是一种非线性递归算法,用于更准确地估计频率和信道因子。与仅使用第二个过程相比,该方法允许足够高的估计精度来降低算法的复杂性。所得到的算法在具有空间复用的MIMO系统的不相关瑞利衰落条件下工作,该条件下通信信道的统计特性(除加性噪声的色散外)和相位和加性噪声分布规律具有先验不确定性。
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